Heating air in the lungs. Human lung capacity varies iron about 4 L to b L, so we shall use an average or 5.0 L. The air enters at the ambient temperature of the atmosphere and must be heated to internal body temperature at an approximately constant pressure of 1.0 aim in our model. Suppose you are outside on a winter day when the temperature is −10°F. (a) How many moles of air does your lung hold if the 5.0 L is at the internal body temperature of 37°C? (b) How much heat must your body have supplied to get the 5.0 L of air up to internal body temperature, assuming that the atmosphere is all N 2 ? (See Table 15.4 .) (c) Suppose instead that you manage to inhale the full 5.0 L of air in one breath and held it in your lungs without expanding (or contracting) them. How much heat would your body have had to supply in that case to raise the air up to internal body temperature?
Heating air in the lungs. Human lung capacity varies iron about 4 L to b L, so we shall use an average or 5.0 L. The air enters at the ambient temperature of the atmosphere and must be heated to internal body temperature at an approximately constant pressure of 1.0 aim in our model. Suppose you are outside on a winter day when the temperature is −10°F. (a) How many moles of air does your lung hold if the 5.0 L is at the internal body temperature of 37°C? (b) How much heat must your body have supplied to get the 5.0 L of air up to internal body temperature, assuming that the atmosphere is all N 2 ? (See Table 15.4 .) (c) Suppose instead that you manage to inhale the full 5.0 L of air in one breath and held it in your lungs without expanding (or contracting) them. How much heat would your body have had to supply in that case to raise the air up to internal body temperature?
Heating air in the lungs. Human lung capacity varies iron about 4 L to b L, so we shall use an average or 5.0 L. The air enters at the ambient temperature of the atmosphere and must be heated to internal body temperature at an approximately constant pressure of 1.0 aim in our model. Suppose you are outside on a winter day when the temperature is −10°F. (a) How many moles of air does your lung hold if the 5.0 L is at the internal body temperature of 37°C? (b) How much heat must your body have supplied to get the 5.0 L of air up to internal body temperature, assuming that the atmosphere is all N2? (See Table 15.4.) (c) Suppose instead that you manage to inhale the full 5.0 L of air in one breath and held it in your lungs without expanding (or contracting) them. How much heat would your body have had to supply in that case to raise the air up to internal body temperature?
the cable may break and cause severe injury.
cable is more likely to break as compared to the
[1]
ds, inclined at angles of 30° and 50° to the vertical
rings by way of a scaled diagram. [4]
I
30°
T₁
3cm
3.8T2
cm
200 N
50°
at it is headed due North and its airspeed indicat
240 km/h. If there is a wind of 100 km/h from We
e relative to the Earth? [3]
Can you explain this using nodal analysis
With the nodes I have present
And then show me how many KCL equations I need to write, I’m thinking 2 since we have 2 dependent sources
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